论文标题

克莱因的线条和圆锥形安排

Klein's arrangements of lines and conics

论文作者

Gévay, Gábor, Pokora, Piotr

论文摘要

在本文中,我们构建了几种线条和/或圆锥的布置,这些排列是从复杂的投影平面中$ 21 $线条的Klein排列的几何形状得出的。

In this paper we construct several arrangements of lines and/or conics that are derived from the geometry of the Klein arrangement of $21$ lines in the complex projective plane.

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